Level coupon bond Yield to maturity: market interest rate for bond with similar features (par etc); the yield to maturity (YTM) of a bond
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coupon with 15 years to maturity. The bonds were originally issued at par value. a. What was the original yield to maturity on the bonds? They were issued at par…so the YTM = Coupon rate: 7% b. If the current price of the bonds is $875‚ what is the yield to maturity of the bonds TODAY? 1000 FV .07(1000)÷2= PMT (15-7)*2 = N -875 PV I/Y = 4.623*2 = 9.25% c. If the yield to maturity computed in part b remains constant‚ what will be the price of the bonds three years from today?
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The basic As/Sold As Matrix" (400‚000 x 400‚000). Obviously‚ idea of the relative sales value scheme is that all sales the possible combinations are endless‚ so how does one should show gross margin percent equal to the average choose a "best" approach? The "best" solution is to gross margin percent across the full joint product set. start with demand for the highest value product (405) This average is 19% [(246 - 200) (246)]. This does and work back unsold production to the next lowest imply
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Review Problems#3 Question-1 Mark Goldsmith ’s broker has shown him two bonds. Each has a maturity of 5 years‚ a par value of $1‚000‚ and a yield to maturity of 12%. Bond A has a coupon interest rate of 6% paid annually. Bond B has a coupon interest rate of 14% paid annually. a. Calculate the selling price for each of the bonds. ANSWER: b. Mark has $20‚000 to invest. Judging on the basis of the price of the bonds‚ how many of either one could Mark purchase if he were to choose it over
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bond if present market conditions justify a 14 percent required rate of return. PV = CF^n / (1 +i) ^n PV = CF n / (1 + i)^4 PV = 70 / (1 + .14) ^4 PV = 70 / (1.14) ^4 PV = 70/ 1.14 + 70/ 1.30 + 70/ 1.48 + 70/ 1.69 PV = 61.40 + 53.85 + 47.30 + 41.42 = $203.97 PV of the par value = 1‚000 PV = $203.97 + 1‚000 = $1203.97 b. Now‚ suppose Twin Oaks’ four-year bond had semiannual coupon payments. What would be its current value? (Assume a 7 percent semiannual required rate of return. However
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soluble in the solution. The yield is calculated to look at how well the reaction has been completed. This reaction is simplified to: C7H6O3 + C4H6O3 → C9H8O4 + C2H4O2 To work out the yield; 0.917g of 2-hydroxybenzoic acid (0.917/138) * 180 138 (the molar mass of 2-hydroxybenzoic acid) 180 (the molar mass of aspirin) Theoretical yield: 1.196g 3 d.p. Percentage yield is worked out by Actual yield of synthesised aspirin:
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drilling.During the next production period‚240 hours of wiring time are available and up to 140 hours of drilling time may be used.Each air conditioner sold yields a profit of $25.Each fan assembled may be sold for a $15 profit.Formulate and solve this LP production mix situation to find the best combination of air conditioners and fans that yields the highest profit.Use the corner point graphical approach. 7-17 The outdor Funiture Corporation manufactures two products‚benches and picnic tables‚for
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from heterocyst. To produce hybrid seed‚ elite inbred varieties are crossed with well-documented and consistent phenotypes (such as yield) and the resulting hybrid seed is collected. Another factor that is important in hybrid seed production is the combining ability of the parent plants. Although two elite inbred parent plant varieties may produce the highest yields of their crop‚ it does not necessarily mean that crossing these inbreeds will result in the highest yielding hybrid. The level
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David Kennedy CHE 235 Lab 10/30/14 Scale-up Synthesis and Characterization of Butyl 2-Cyano-3-(3‚5-dichloro-phenyl)-2-propenoate‚ TSE Project #131 Introduction: This report describes the steps taken to create the scale-up of targeted trisubstituted ethylene‚ Butyl 2-Cyano-3-(3‚5-dichloro-phenyl)-2-propenoate compound (#131)‚ and also the characterization methods deployed to the results. This report serves as a critical step in the overall objective of the project; the synthesis of the copolymer
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1. Can Lato (Caulerpa lentillifera) be used as fertilizer to plants? 2. Compared to usual fertilizers‚ will sugar help yield lato fertilizers a better result to growing of plants? 3. Can Lato seaweed and sugar complement with each other in making a crop-yielding fertilizer? Null Hypothesis 1. Lato can be used as a fertilizer to plants. 2. Sugar can help yield lato fertilizers a better result to growing of plants. 3. Lato and sugar complement with each other in making a crop-yielding
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